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Notes: Monday, January 10 th Algebraic Expressions

Notes: Monday, January 10 th Algebraic Expressions

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Page 1: Notes: Monday, January 10 th Algebraic Expressions

Notes: Monday, January 10th

Algebraic Expressions

Page 2: Notes: Monday, January 10 th Algebraic Expressions

Algebraic Expressions

• Variable-– Is a letter or symbol that represents a number that

can change • Constant- – Is a quantity that does not change

• Algebraic Expressions– Contains one or more variables and may contain

operation symbols

Page 3: Notes: Monday, January 10 th Algebraic Expressions

Algebraic Expressions

X + 6

• Variable --- X • Constant – 6 • Algebraic Expression --- entire X +6

Page 4: Notes: Monday, January 10 th Algebraic Expressions

Identify which one is an Algebraic Expression

•73 + 23 •12+ B •12B + 18 •74- 12

Page 5: Notes: Monday, January 10 th Algebraic Expressions

Evaluating Algebraic Expressions

V V * 7 5 5* 7= 35

6

7

8

B B + 14

5 5+ 14 = 19

6

7

8

Page 6: Notes: Monday, January 10 th Algebraic Expressions

Algebraic Expressions

Classwork 4: Chapter 2- Section 1: Problems 1-10

Homework: Chapter 2- Section 1: Problems 11-21 Odd

One Blackmon: Chapter 2- Section 1: Problems 12-22 Even

Page 7: Notes: Monday, January 10 th Algebraic Expressions

Notes: Tuesday, January 11th

Algebraic Expressions

Page 8: Notes: Monday, January 10 th Algebraic Expressions

Words to Operations

Page 9: Notes: Monday, January 10 th Algebraic Expressions

Word-Problems

Classwork 5: Chapter 2- Section 2: Problems 1-27 odd

Homework: Chapter 2- Section 2: Problems 2-28 even

One Blackmon: Chapter 2- Section 2: Problems 28-33

Page 10: Notes: Monday, January 10 th Algebraic Expressions

Notes: Wednesday January 12th

One Step Equations

Page 11: Notes: Monday, January 10 th Algebraic Expressions

• Equation- – Is a mathematical statement with two equal

quantities. (Contains an equals sign)• Solutions – The answer to an equations

Page 12: Notes: Monday, January 10 th Algebraic Expressions

• Equivalent Expressions: Expressions that simplify to an equal value when numbers are substituted for the variables of the expression.

• Addition Property of Equality: Adding the same number to each side of an equation produces an equivalent expression.

• Subtraction Property of Equality: States that when both sides of an equation have the same number subtracted from them, the remaining expressions are still equal.

• Multiplication Property of Equality: States that when both sides of an equation are multiplied by the same number, the remaining expressions are still equal.

• Division Property of Equality: States that when both sides of an equation are divided by the same number, the remaining expressions are still equal.

Page 13: Notes: Monday, January 10 th Algebraic Expressions

Equations

• Classwork 6: – Chapter 2- 4: 8-21

• Homework: – Chapter 2-4: 22-32 Even

• One-Blackmon: – Chapter 2-4 23-33 odd

Page 14: Notes: Monday, January 10 th Algebraic Expressions

Notes: Thursday January 13th

Additive Property of Equations

Page 15: Notes: Monday, January 10 th Algebraic Expressions
Page 16: Notes: Monday, January 10 th Algebraic Expressions

Additive Property of Equations

• Classwork 7:– Chapter 2- 5: 1-17

• Home-work: – Chapter 2-5: 18-29

• 1Blackmon: – Chapter 2-5: 37-43

Page 17: Notes: Monday, January 10 th Algebraic Expressions

Notes: Friday, January 14th

Subtractive property of Equations

Page 18: Notes: Monday, January 10 th Algebraic Expressions
Page 19: Notes: Monday, January 10 th Algebraic Expressions

Subtractive Property of Equations

• Classwork: – Chapter 2-6: 1-15

• Homework: – Chapter 2-6: 16-27

• 1Blackmon– Chapter 2-6: 33-41